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An efficient joint compression and sparsity estimation matching pursuit algorithm for artificial intelligence application

机译:一种有效的人工智能联合压缩与稀疏估计匹配追踪算法

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摘要

Measurement matrix and signal reconstruction algorithm are the key factors influencing the performance of signal reconstruction. However, the reconstruction performance of the existing matching pursuit algorithms, the most popular reconstruction algorithms, is closely related to the signal sparsity, which is hard to determinate apriori. As well, the researches on the reconstruction algorithms are developed independently with the design of measurement matrix. So, in this paper, we originally conduct a joint study of design of measurement matrix and signal reconstruction algorithm. RIP criterion is used to quantitatively analyze the relationship between the signal sparsity and the measurement matrix, and then an efficient joint compression and sparsity estimation matching pursuit (JCSEMP) algorithm is proposed. JCSEMP algorithm constructs a chaotic measurement matrix, a sparsity estimation algorithm based on the chaotic measurement matrix, and a variable atom selection criterion which use the variation between the residuals to adaptively adjust the number of atoms to select. Experimental results demonstrate that this algorithm can provide a better reconstruction performance and a lower reconstruction period.
机译:测量矩阵和信号重建算法是影响信号重建性能的关键因素。但是,现有的匹配追踪算法,最流行的重建算法的重建性能与信号稀疏度密切相关,难以确定先验。同样,重建算法的研究与测量矩阵的设计是独立进行的。因此,本文首先对测量矩阵的设计和信号重构算法进行了联合研究。利用RIP准则对信号稀疏度与测量矩阵之间的关系进行定量分析,提出了一种有效的联合压缩与稀疏度估计匹配追踪(JCSEMP)算法。 JCSEMP算法构造了一个混沌测量矩阵,一个基于混沌测量矩阵的稀疏估计算法以及一个可变原子选择准则,该准则使用残差之间的变化来自适应地调整要选择的原子数。实验结果表明,该算法可以提供较好的重建性能,缩短重建周期。

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